Page 146 - Math Grade 12 (Advance)
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PROEUS DARA




                                                                         t~sb o.3  Lumuftj ru
                                                                                     u
                                                                       10%  tt'dsh  o.1  <j  ,fi
                                                                              ...





                 tf:lQlS mnbtltMb ttHiL'i5Lfl'i5 t~HHG ~  X
                                       u                      X        20%     10%  -10%
                                                           P(X = x)     0.3    0.5     0.1
                 ffi'l§l'li'l§S   E(X)  =  LxP(X = x)
                    u   n

                                  20        10        10
                                =    X 0.3 + lOO  X 0.5- 100 X 0.1  =  0.1  Y.  10%
                                  100
                 tjmsg  truht'Utl~'l§!Him  nt'l§ngstJt9~htd  10%  '1
                 u             w   1      6V4     iJ   6V
                 11itrf!H  :  mnbtitnnb frm1umu:nh 'Um'l§um m n~m sm9numrHs tmmmtU tsi
                 v    II                  l.i             lfl..._,   4           c;
                                           u
           ntsh'l§ru '1  d5Hn9mtmn'l§li5t'Usn  1=1MS11'i5Qltit!:lrustlruntmn
              6V   \J    C::C   ......,   q   lJ   GV   l...i     Oi   c:t
                                                     u
                 n.  1 oo  m s dJ ru
                                                                ~~s ( mstGru)      wmu
                                                                                     u
                 2.  rmh~u 10mstGru
                                                                       0            0.45
                 R.  ~s trnt'Un  100  m s 'U ru
                                                                       10           0.30
                 m.  tfiHntUtl~'l§ruJgtmntiSlsmstGrn?                 100           0.20
                       ..
                            w  ..  ..
                                        1--1
                                                                      500           0.05







           (X-4),  ...  '1




             E[f(X)] = L[f(x) x P(X = x)]  '1
                         .,
                 !Jf17fJUM  :  E(lOX) = 'L[lOxx P(X = x)]

                               2       2
                            E(X  )  = 'L[x  x P(X = x)]
                            E(X-4)  = L[(x-4)xP(X=x)]  '1




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